2006
DOI: 10.1103/physrevd.74.114005
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Nonlocality effects on color spin locking condensates

Abstract: We consider the color spin locking (CSL) phase of two-flavor quark matter at zero temperature for nonlocal instantaneous separable interactions. We employ a Lorentzian-type form factor allowing a parametric interpolation between the sharp [Nambu-Jona-Lasinio (NJL) model] and very smooth (e.g. Gaussian) cutoff models for systematic studies of the influence on the CSL condensate the deviation from the NJL model entails. This smoothing of the NJL model form factor shows advantageous features for the phenomenology… Show more

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Cited by 35 publications
(43 citation statements)
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References 28 publications
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“…1.0 MeV. Most prominent in this context is the color-spinlocking (CSL) phase [89,90] which has been evaluated in detail in the isotropic case for the local [91] and nonlocal NJL model [92]. The neutrino emissivity and bulk viscosity of such a phase have been discussed in Ref.…”
Section: Hybrid Starsmentioning
confidence: 99%
“…1.0 MeV. Most prominent in this context is the color-spinlocking (CSL) phase [89,90] which has been evaluated in detail in the isotropic case for the local [91] and nonlocal NJL model [92]. The neutrino emissivity and bulk viscosity of such a phase have been discussed in Ref.…”
Section: Hybrid Starsmentioning
confidence: 99%
“…Because the 2SC pairing pattern breaks the SU(3) color symmetry, one of the quark colors (say, the blue color) is not involved in that pairing. The strength and the flavor content of pairing among blue quarks is model dependent (Alford et al 2003;Schmitt et al 2003;Schmitt 2005;Aguilera et al 2005Aguilera et al , 2006Aguilera 2007). It is likely that cross-flavor (blue-up and bluedown) pairing is suppressed by a large mismatch between the Fermi surfaces of the up and down quarks.…”
Section: Modeling Cooling Processesmentioning
confidence: 99%
“…[26,27,28], where also the special role of the spin-1 color-spin locking phase has been pointed out that here all quarks participate in the pairing with a gap of the order of 1 MeV or even below. This feature of the CSL phase is robust, as was demonstrated for our above isotropic ansatz for the spin-1 diquark current introduced in [29], and for its generalizations to the nonlocal case [30] and to a selfconsistent Dyson-Schwinger approach [31].…”
Section: Phase Transition To Quark Matter: Nucleon Dissociationmentioning
confidence: 72%